A Pinsky-Rinzel model of a neighbor-to-neighbor chain of 10 neurons is simulated. The initial speed is computed from propagation of a spike from the first to the second neuron.
A current pulse of duration 0.05 sec and magnitude 0.5 µA/cm² is injected into the soma initially for all neurons at 0.5 second. After a delay of τ, a second pulse is injected into neuron 1.
| Initial Speed as a Function of Current Pulse Delay | |
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Data files |